Research Article
Year 2022,
Volume: 51 Issue: 5, 1371 - 1378, 01.10.2022
Abstract
In this paper, we give refinements of the classical Young inequality for scalars and we use these refinements to establish refined some Young type inequalities for the trace, determinants, and norms of positive definite matrices.
References
- [1] M.A. Ighachane and M. Akkouchi, A New Generalization of Two Refined Young Inequalities and Applications, Moroccan J. of Pure and Appl. Anal. 6(2), 155–167, 2020.
- [2] F. Kittaneh and Y. Manasrah, Improved Young and Heinz Inequalities for Matrices, J. Math. Anal. Appl. 361(1), 262–269, 2010.
- [3] Y. Manasrah and F. Kittaneh, A Generalization of Two Refined Young Inequalities, Positivity, 19, 757–768, 2015.
- [4] H. Omar and F. Kittaneh, Matrix Young Inequalities for the Hilbert Schmidt Norm, Linear Algebra Appl. 308, 77–84, 2000.
Year 2022,
Volume: 51 Issue: 5, 1371 - 1378, 01.10.2022
Abstract
References
- [1] M.A. Ighachane and M. Akkouchi, A New Generalization of Two Refined Young Inequalities and Applications, Moroccan J. of Pure and Appl. Anal. 6(2), 155–167, 2020.
- [2] F. Kittaneh and Y. Manasrah, Improved Young and Heinz Inequalities for Matrices, J. Math. Anal. Appl. 361(1), 262–269, 2010.
- [3] Y. Manasrah and F. Kittaneh, A Generalization of Two Refined Young Inequalities, Positivity, 19, 757–768, 2015.
- [4] H. Omar and F. Kittaneh, Matrix Young Inequalities for the Hilbert Schmidt Norm, Linear Algebra Appl. 308, 77–84, 2000.
There are 4 citations in total.
Details
| Primary Language | English |
|---|---|
| Subjects | Mathematical Sciences |
| Journal Section | Mathematics |
| Authors | |
| Publication Date | October 1, 2022 |
| Published in Issue | Year 2022 Volume: 51 Issue: 5 |